Question

If the area of 3 adjacent faces of the cuboid are 8 cm² 18 cm²and 25 m² find the volume of the cuboid

Answer 1

Answer :-

We have,

• The adjacent faces of the cuboid are 8 cm² 18 cm²and 25 m².

To do,

• Find the volume of the cuboid.

Solution :-

Let

• The volume of the cuboid be x.

We know that ,

• Formula for the volume of cuboid

$\large{\underline{\boxed{\sf{Volume\;of\;Cuboid = Length × Breadth × Height }}}}$

Put values in the formula :-

= ${\sf{Volume\;of\;Cuboid = Length × Breadth × Height }}$

= ${\sf{ \sqrt{x }= \sqrt{ 8 × 18× 25}}}$

= ${\sf{ \sqrt{x }= \sqrt{ 3600}}}$

= ${\sf{x = 60}}$

Thus, the volume is 60 cm cube .

______________________________